ブロガー浩司の雑記

 レンツ【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「ハインリヒ・レンツは変動磁場に対する誘導起電力を法則化しました。伝えられている彼の性格を教えて下さい。」と入力して以下を得ます。 「I apologize, but I couldn't find any information regarding a person named Heinrich Lents who formulated a law specifically regarding the instruction of electromotive force for changing magnetic fields. It's possible that the information you're referring to is not widely known or may be attributed to a different individual. If you have any additional details or context about Heinrich Lents or the specific law you're referring to, I would be glad to try and assist you further.」 そこで、その他の業績を聞いてみます。すると「I apologize, but I couldn't find any information about a scientist or physicist named Heinrich Lents in my database. It's possible that he may not be a well-known figure or his achievements might not be widely documented. If you have any other questions or need information about a different topic, feel free to ask!」流石にここで意地になります。 ウィキペディアで調べて正確な名前と生没年を入れます。

 ドップラー【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「ドップラーはドップラー効果を定式化したオーストリア人ですが、どんな御人柄か分かりますか？」と入力して以下を得ます。 「 Christian Doppler was indeed an Austrian physicist and mathematician who is best known for formulating the Doppler effect. Born on November 29, 1803, in Austria, Doppler made significant contributions to the understanding of wave phenomena during his time. While it is difficult to determine his entire personality based on historical records, some aspects of his character can be inferred from his life and work. Doppler is described as a diligent and curious individual who had a deep passion for scientific inquiry. He possessed a strong mathematical background and an aptitude for theoretical reasoning. His work on the Doppler effect, which explains the change in frequency of a wave due to relative motion between the source and the observer, demonstrates his analytical mindset and scientific acumen. As a physicist and mathematician, Doppler was highly focused on his research and

 カルノー【⇐「nowkouji226.com」での比較記事】を以下で考えてみます。具体的には「カルノーはサイクルを発案しましたが、その他の業績を教えて下さい」と入力して以下を得ます。「 Certainly! Here are the business results of a few other notable companies: Apple Inc.: Apple Inc. is a multinational technology company known for its consumer electronics, software, and online services. In recent years, Apple has experienced significant growth in its revenue and profitability. As of my knowledge cutoff in September 2021, Apple's revenue for fiscal year 2020 was $274.52 billion, an increase of 5.5% compared to the previous year. Apple's net income for fiscal year 2020 was $57.41 billion, a slight decrease of 3.9% compared to the previous year. Apple continues to be a market leader in several product categories, including smartphones, tablets, and smartwatches. Amazon.com Inc.: Amazon.com Inc. is an American multinational technology company that focuses on e-commerce, cloud computing, digital streaming, and artificial intelligence. Amazon has experienced rapid growth and

 ファラデー【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「ファラデーは王立協会に所属し電磁場の近接作用を研究しました。他の業績はありますか？」と聞いて以下を得ます。[ Yes, Michael Faraday, an English scientist and physicist, made significant contributions to the study of electromagnetism and is considered one of the most influential scientists in history. In addition to his membership in the Royal Society, Faraday had several other notable achievements. Here are a few: Electromagnetic Induction: Faraday's most famous discovery is electromagnetic induction, which he demonstrated through his experiments. He showed that a changing magnetic field could induce an electric current in a nearby circuit, laying the foundation for the development of electric generators and transformers. Faraday's Laws of Electrolysis: Faraday conducted extensive research on electrolysis, the process of using an electric current to drive chemical reactions. He formulated two laws known as Faraday's laws of electrolysis, which describe the quantitative relations

 コーシー【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「コーシーはε・∂（イプシロン・デルタ）論法を発案しましたが、その他の業績を教えて下さい）」と入力して以下を得ます。 「 Augustin-Louis Cauchy, a renowned French mathematician, made numerous contributions to the field of mathematics. Apart from his work on ε-δ (epsilon delta) logic, which is a fundamental concept in calculus and analysis, here are some other notable achievements of Cauchy: Rigorous Analysis: Cauchy played a crucial role in establishing rigorous foundations for calculus and analysis. He developed the concept of limits and continuity, which are fundamental in modern mathematical analysis. His rigorous approach helped to resolve many mathematical inconsistencies that existed at the time. Cauchy's Integral Theorem: Cauchy formulated the Cauchy's Integral Theorem, which is a fundamental result in complex analysis. This theorem establishes the relationship between integrals of complex functions around closed paths and the values of those functions within the paths. It paved the

 オーム【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「オームは抵抗値の単位を作り、オームの法則：E=RIを発見しました。他の業績を教えて下さい」と入力すると以下を得ます。 「 Ohm's law is indeed a significant discovery attributed to the German physicist Georg Simon Ohm. However, Ohm made several other notable achievements in the field of electricity and magnetism. Here are some of his other contributions: Ohm's Law Formulation: Ohm's most significant achievement was the formulation of Ohm's law, which states that the current flowing through a conductor is directly proportional to the voltage applied across it and inversely proportional to its resistance. The mathematical expression of Ohm's law is often written as V = IR, where V represents voltage, I represents current, and R represents resistance. Ohm's Research on Electrical Circuits: Ohm conducted extensive research on electrical circuits and published his findings in a book titled "Die galvanische Kette, mathematisch bearbeitet" (The Galvanic Circuit Investigat

 フレネル【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「フレネルは光が横波であると説明しての偏向や屈折を説明しましたが、その他の業績を教えて下さい。」と入力して以下を得ます。 「 Augustin-Jean Fresnel, a French physicist and engineer, made significant contributions to the understanding of light and optics in the early 19th century. Here are some of his notable achievements: Wave theory of light: Fresnel's most significant contribution was his development and refinement of the wave theory of light. He built upon the work of Thomas Young and proposed that light is a transverse wave, consisting of oscillating electric and magnetic fields. This theory successfully explained many optical phenomena, such as diffraction and interference. Fresnel equations: Fresnel derived a set of equations known as the Fresnel equations, which describe the behavior of light when it passes through the interface between two media with different refractive indices. These equations are fundamental in understanding the phenomenon of reflection and refraction of light. Fresne

 エルステッド【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「エルステッドは思考実験を提唱し、電流と磁場を考察しましたが、他にどんなことをしましたか？」と聞くと以下の回答を得ます。 「As an AI language model, I don't exist in a physical form, so I don't have the capability to perform experiments or conduct scientific research in a traditional sense. However, I can process and analyze vast amounts of information from various sources, including scientific literature and historical records, to provide insights and answer questions based on the knowledge available to me. While I cannot independently propose theories or conduct experiments like Ørsted did, I can assist in explaining his work and its significance. Hans Christian Ørsted was a Danish physicist who, in 1820, discovered the relationship between electricity and magnetism. His experiments showed that an electric current produces a magnetic field, which laid the foundation for the development of the field of electromagnetism. If you have any specific questions about Ørsted's experiments, h

ガウス【⇐「nowkouji226.com」での比較記事】を以下で考えてみます。具体的には「ガウスはガウス分布などの数学的業績を残していますが、他の業績を教えて下さい」と入力して以下を得ます。「 Carl Friedrich Gauss, often referred to as the "Prince of Mathematicians," made numerous significant contributions to various fields throughout his career. In addition to his work on the Gaussian distribution, here are some other notable achievements of Gauss: Number Theory: Gauss made groundbreaking contributions to number theory. At the age of 21, he proved the fundamental theorem of algebra, which states that every non-constant polynomial equation with complex coefficients has at least one complex root. Gauss also developed the theory of quadratic forms and made significant advancements in the study of modular arithmetic. Geodesy: Gauss made remarkable contributions to the field of geodesy, which deals with the measurement and representation of Earth's surface. He developed the first precise method for determining the shape of the Earth's surface using geodetic measu

アンペール【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「アンペールは電流の仕組みを分かり易く実験で説明しましたが、その他の業績を教えて下さい」と入力すると以下を得ます。「 Certainly! Andre-Marie Ampere made significant contributions to the field of electromagnetism and made several notable achievements. Here are a few of them: Ampere's Law: Ampere formulated a mathematical relationship known as Ampere's Law, which relates the magnetic field around a closed loop to the electric current flowing through that loop. This law is one of the fundamental principles in electromagnetism and helps in understanding the behavior of magnetic fields generated by electric currents. Ampere's Circuital Law: Ampere's Circuital Law, an extension of Ampere's Law, states that the circulation of the magnetic field around any closed loop is directly proportional to the total current passing through the loop. This law provides a mathematical description of the relationship between magnetic fields and electric currents. Electrodynamics: Amper

 ヤング【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「ヤングは医学の視点から光の波動説を発展させ、三原色の提唱しましたが祖霊がの業績を教えて下さい。」と入力して以下を得ます。「 I apologize, but I'm not familiar with an individual named "T young" who developed the wave theory of light from a medical viewpoint. It's possible that you may have mistaken the name or are referring to a lesser-known figure in the field. However, I can provide information about the wave theory of light and the contributions of notable scientists in the field. The wave theory of light suggests that light is a form of electromagnetic radiation that travels in the form of waves. This theory was developed through the work of several scientists, including Thomas Young, who made significant contributions in the early 19th century. Thomas Young, an English physician and polymath, made notable achievements in various fields of study, including optics and vision. He conducted experiments and observations that supported the wave theory of light, which he presented in

 ドルトン【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「ドルトンは科学的アプローチで原子論を提唱しましたが、他の業績を教えて下さい」と入力すると以下を得ます。 「 John Dalton, an English chemist and physicist, made significant contributions to the field of science. Apart from his groundbreaking work on atomic theory, here are some other achievements of Dalton: Law of Partial Pressures: Dalton formulated the law of partial pressures, which states that in a mixture of non-reacting gases, the total pressure exerted is equal to the sum of the partial pressures of each individual gas. This law is now known as Dalton's Law or Dalton's Law of Partial Pressures. Dalton's Law of Multiple Proportions: Dalton observed that when two elements combine to form different compounds, the ratios of the masses of one element that combine with a fixed mass of the other element can be expressed in small whole numbers. This led to Dalton's Law of Multiple Proportions, which is a fundamental principle in chemistry. Dalton's Atomic Theory: Dalton&#

 シャルル【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「シャルルは温度と体積の関係を定式化したり、水素の気球で有人飛行したりしましたがその他の業績を教えて下さい」と入力すると以下を得ます。「 Certainly! Charles's scientific achievements extend beyond his formulation of temperature and the relationship between volume and temperature. Here are some other notable accomplishments of Charles: Charles's Law: In addition to formulating Charles's Law, which states that the volume of a gas is directly proportional to its temperature at constant pressure, Charles also made significant contributions to the development of the kinetic theory of gases. His work helped establish the fundamental principles governing the behavior of gases. Balloon Flights: Charles is well-known for his pioneering balloon flights. On December 1, 1783, he and his co-pilot, Nicolas-Louis Robert, ascended in the world's first manned hydrogen-filled balloon called the "Aérostat Réveillon." The flight covered a distance of approximately 9 kilometers (5.6 miles) and reache

 ヴォルタ【⇐「nowkouji226.com」での比較記事】を以下で考えてみます。具体的には「ヴォルタは実験的で静電容量を観測し電荷と電位を明確に区別した偉人ですがその他の業績を教えて下さい」と入力して以下を得ます。「 Certainly! Alessandro Volta, an Italian physicist and pioneer in the field of electricity, made several notable achievements throughout his career. In addition to his work on capacitance and electric potential, here are some other significant contributions by Volta: Invention of the Voltaic Pile: Volta is most famous for inventing the first practical electric battery known as the Voltaic pile or Voltaic cell in 1800. This device produced a steady flow of electric current by using alternating layers of zinc and copper discs separated by pieces of cardboard soaked in saltwater or an electrolyte solution. The Voltaic pile was a groundbreaking invention that demonstrated the generation of continuous electrical power. Disproving Animal Electricity: During his research, Volta conducted experiments to test the notion of animal electricity, which proposed that electrical currents were

クーロン【⇐「nowkouji226.com」での比較記事】を以下で考えてみます。具体的には「クーロンはねじり天秤での実験が有名ですがその他の行政を教えて下さい」と入力して以下を得ます。「 Certainly! Here are some famous experiments conducted by scientists other than Coulomb: Michelson-Morley Experiment: In 1887, Albert A. Michelson and Edward W. Morley conducted an experiment to measure the relative motion of Earth through the hypothetical luminiferous ether. The experiment involved using an interferometer to detect any changes in the speed of light in different directions. The null result of the experiment challenged the prevailing theory of ether and laid the groundwork for Albert Einstein's theory of special relativity. Rutherford's Gold Foil Experiment: In 1909, Ernest Rutherford and his colleagues conducted an experiment that led to the discovery of the atomic nucleus. They directed a beam of alpha particles at a thin gold foil and observed the scattering pattern of the particles. The unexpected results indicated that the atom had a tiny, dense, positively char

  ラグランジュ【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「ラグランジュは変分の原理を考案した偉人ですが他の業績を教えて下さい」と入力すると以下を得ます。 「 Joseph Louis Lagrange, also known as Giuseppe Luigi Lagrangia, was indeed a prominent mathematician and physicist who made significant contributions to various fields. While his principle of the variation, known as the calculus of variations, remains one of his most renowned achievements, Lagrange's work spanned a wide range of mathematical disciplines. Here are some of his notable contributions: Celestial Mechanics: Lagrange made substantial advancements in the field of celestial mechanics, particularly in the study of the three-body problem. He developed a mathematical framework that allowed for the prediction of the movements of celestial bodies and provided a more comprehensive understanding of the dynamics of the solar system. Analytical Mechanics: Lagrange's most influential work lies in the development of analytical mechanics. He formulated the principle of le

 ワット【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「ワットは蒸気機関の改良を通じて産業革命に大きな成果を残したイギリスの偉人ですが大きな業績を教えて下さい」と入力すると以下を得ます。 「 Actually, the person you are referring to is James Watt, not "the watt." James Watt was a Scottish inventor and mechanical engineer who played a crucial role in the development and improvement of the steam engine during the Industrial Revolution. Here are some of his significant achievements: Improvements to the Steam Engine: Watt's most notable contribution was his series of improvements to the steam engine, which revolutionized industry and transportation. He developed a separate condenser that increased the engine's efficiency and allowed it to consume less fuel. Watt's innovations made steam engines more practical, reliable, and economical, leading to their widespread adoption in various industries. Watt's Indicator: Watt invented the Watt's indicator, a device used to measure and analyze the performance of steam engines. The indicator p

 平賀源内【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「平賀源内はオランダからエレキテル等を日本人に紹介し啓蒙を進めましたが、その他の業績で興味深いもを教えて下さい」と記載し、以下を得ます。 「Gennai Hiraga, also known as Hiraga Gennai, was a prominent Japanese scholar, inventor, and writer who lived during the Edo period (1603-1868). While he is often associated with the introduction of electricity to Japan, it's important to note that he did not actually discover or introduce electricity itself. Instead, he played a role in popularizing and promoting knowledge about electricity and other scientific subjects during a time when such ideas were relatively new in Japan. Here are some other notable activities and contributions of Gennai Hiraga: Philosopher and Writer: Gennai was well-versed in various fields, including natural science, medicine, and philosophy. He wrote extensively on these subjects and authored several books and essays, contributing to the dissemination of knowledge and promoting intellectual discourse. Dutch Studies and Language: Gennai w

  オイラー【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「単眼の巨人（サイクロプス）と呼ばれたEuler in Switzerlandは自然対数を定式化しましたが、その仮定を具体的に教えて下さい。」と記載し以下を得ます。⇒ Euler, a Swiss mathematician, did indeed contribute significantly to the development of the natural logarithm. His work on logarithms, including the natural logarithm, played a crucial role in the advancement of mathematics. The natural logarithm, denoted as ln(x), is a logarithm with a base of the mathematical constant e, which is approximately equal to 2.71828. Euler’s contribution to the natural logarithm involved formulating a series expansion for ln(x). Euler’s supposition, known as Euler’s series or Euler’s formula for the natural logarithm, states that any positive real number x can be expressed as the following infinite series: ln(x) = (x – 1) – (1/2)(x – 1)^2 + (1/3)(x – 1)^3 – (1/4)(x – 1)^4 + … This series allows for the calculation of the natural logarithm of a given number by approximating it as the sum of infinitely many terms. By truncatin

 （3/31分） P4.アインシュタインは常に変わることなくボーアの精神的ボクシングの最上の練習相手 　だった。 P14.1908年のオリンピックでデンマークチームは銀メダルをとったがハラルはハーフバック　　 　の正規メンバーとして出場し、兄は補欠のゴールキーパーだった。 P17.（ボーアは）導入部と結論が必要だといった類の形式を満たすことに 　ボーアは困難だった。 P19.（進路について）コペンハーゲン大学の物理学教授クリスチャンセン 　が父親の親友でボーア家に集まる常連の一人であったことも 　当然関係していたに違いない。 P31.（量子仮説に対して）プランク自身、その理論の意味・重要性を理解 　しておらず、いずれは量子仮説を導入しなくても従来の理論で説明 　されるだろう考えていたようである。 　1910年以前の量子関係の研究はほとんど、この二人だけで… （以下私論） 今回の文章は特に「1910年の時点での物理学の思想」に着目して 話を掘り下げたいと思います。物理学史に詳しくない殆どの人々は 1910年の時点での思想について理解が難しいと思えますので 先ずは当時確立されていた考え方から話を進めます。 当時はニュートン力学が成立しマクスウェルの電磁気学がありました。 ただし、その理論の応用は1880年代の終わりまで盛んにおこなわれておらず 「電子」という存在に対しては1897年のＪＪトムソンの提示まで仮説として 扱われていたのです。 低圧期待放電や陰極線に対しての知見は直接原子サイズより小さな「電子」 の存在に結びついたわけではないのです。この1910年頃に金属中の電子論 に対して各物理学者は興味を抱き参入してきます。1911年に修士論文 として金属電子論を取り扱ったボーアもその一人です。また、日本人物理学者 石原純が同じ1911年に金属電子論に対する論文を書いている事実も特筆すべきです。 （4/3分） P6.（ボーアに対して）物理学者として最も優れ、社会人として最も件名で善良な 　一人の人物が何を考え、何を行ったかをただ、記述しようとしたに過ぎない。 P27.（ボーアは）この修士論文の出来具合に彼は極めて満足していたことが 　弟ハラスへの手紙からわかる。これは締切日の6/28に提出していた。 　筆跡は母の物である。 P27.1911年1月に論文は完成して印刷され4

  私も含めて理学系の人は個性が強すぎて 読者を意識出来ていないのではないでしょうか。 分かり易い、 正確な文章を、 情熱を込めて残せる人は 素晴らしい。 そうした文章を学ぶ時代を過ごしたかった、 と 無い物ねだり してしまいます。 3/26・藤森茂「ロバート・オッペンハイマー」｜書評メモまとめ（最終版） 3/26.太田浩一「ガチョウ娘に花束を」のメモまとめ（最終版） 4/1・太田浩一「それでも人生は美しい」メモまとめ（最終版） 4/1・太田浩一「哲学者たり理学者たり」メモまとめ（最終版） 4/29・太田浩一著「ほかほかのパン」メモまとめ（最終版） 4/23・ハイゼンベルグ「現代の量子力学のまとめ（最終版） 4/8・西尾茂子著「現代物理学の父ニールス・ボーア」まとめ（最終版）

  マクローリン【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「ニュートンの紹介｜一般関数の級数展開でマクローリンは有名ですが、その他の業績を教えて下さい。」と入力すると以下を得ます。 「 McLaughlin is not a well-known figure in the context of introducing Newton or the series development of the general function. It’s possible that you may be referring to a lesser-known individual or a specific reference that I’m not familiar with, as my training data only goes up until September 2021. However, I can provide you with information about the notable achievements of Sir Isaac Newton and the development of series expansions in mathematics, which are relevant topics in this context. Sir Isaac Newton (1643-1727) was an English physicist, mathematician, and astronomer who made significant contributions to the fields of physics, mathematics, and astronomy. Some of his notable achievements include: Laws of Motion: Newton formulated the three laws of motion, which are foundational principles in classical physics. These laws describe the relationship between the motion

  ミュッセンブルーク 【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「 Musschenbroek はライデン瓶を発明し静電気の基礎を確立しましたが、その他の業績を教えて下さい 」と入力して以下を得ます。 「Pieter van Musschenbroek, a Dutch scientist and professor, made significant contributions to various fields during his lifetime. Apart from inventing the Leyden jar and establishing the basics of electrostatics, here are some of his other achievements: Optical Experiments: Musschenbroek conducted experiments on the properties of light and optics. He studied the phenomena of reflection, refraction, and polarization of light, contributing to the understanding of these fundamental principles. Experimental Physics: Musschenbroek played a crucial role in advancing the field of experimental physics. He emphasized the importance of conducting controlled experiments and measuring physical quantities accurately, promoting the scientific method. Hydraulic Theory: Musschenbroek made notable contributions to hydraulic theory, particularly in the field of fluid dynamics. He

 建部賢弘【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「建部賢弘は江戸時代に生まれ和算を大成した数学者ですが、どんな点が有名ですか？」と聞くと下記回答を得ます。「 Katahiro Takebe, also known as Takebe Katahiro, was indeed a prominent mathematician during the Edo period in Japan. He is particularly famous for his work on the development and systematization of wasan, which refers to the traditional mathematics of Japan. One of the key points for which Takebe is renowned is his contributions to the study of algebraic equations. He focused on quadratic equations, cubic equations, and quartic equations, developing innovative methods for solving them. Takebe formulated his own methods for solving these equations and even introduced novel concepts, such as "Takebe's theorem," which dealt with specific properties of quartic equations. Takebe also made significant strides in the study of mathematical analysis, specifically infinite series and approximations. His work on infinite series played a crucial role in Japanese mathematics, with h

 ニュートン【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「ニュートンは微積分を駆使して空間・時間・力を明確に定式化、他の業績を教えて下さい。」と聞くと下記回答を得ます。「Sir Isaac Newton, a prominent physicist, mathematician, and astronomer, made numerous significant achievements throughout his career. In addition to formulating the laws of motion and the law of universal gravitation, which revolutionized our understanding of the physical world, Newton made significant contributions in other areas as well. Here are some of his notable achievements: Calculus: Newton independently developed calculus, a mathematical framework that deals with rates of change and the mathematical analysis of continuous change. His work laid the foundation for both differential and integral calculus, providing powerful tools for solving complex problems in mathematics and physics. Optics: Newton conducted experiments with light and discovered that white light is composed of a spectrum of colors. He formulated the theory of color and demonstrated that light can be split

 フック【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「フックはばねの運動に働く力学を法則化した英国人ですが、主な業績を教えて下さい。」と聞くと下記回答を得ます。 「The person you are referring to is Sir Isaac Newton, a renowned English physicist and mathematician who made significant contributions to various fields of science and mathematics. Although he is best known for his laws of motion and universal gravitation, it seems you specifically mentioned his work on the dynamics acting on the motion of a spring. While Newton did not explicitly formulate a law specific to springs, his laws of motion and his mathematical framework laid the foundation for understanding the behavior of springs and other mechanical systems. Here are some of Sir Isaac Newton's main achievements in the field of physics: Laws of Motion: Newton formulated three fundamental laws of motion, collectively known as Newton's laws. These laws describe the relationship between the motion of an object and the forces acting upon it. They are:a. First Law (Law of Inertia): A

  バロー【⇐「nowkouji226.com」での 比較記事 】を以下で考えてみます。具体的には「バローは幾何学的に微積分を考えニュートンを育てた」と聞くと下記回答を得ます。   「Isaac Barrow was indeed a mathematician who made significant contributions to the development of calculus. He was actually a teacher and mentor to Sir Isaac Newton, who later became one of the most influential figures in the field of calculus. Barrow approached calculus from a geometric perspective, emphasizing the use of geometric methods to understand and solve problems. He explored the relationship between geometric figures and the calculations associated with them. Barrow’s geometric approach laid the groundwork for the later advancements made by Newton and others in the field of calculus. Sir Isaac Newton, on the other hand, is widely regarded as the co-creator of calculus, along with the German mathematician Gottfried Wilhelm Leibniz. Newton developed calculus as a tool to understand and describe the laws of motion and the principles of gravitation. His work on calculus, published in his m